Two fixed-point theoremsTwo fixed point theorems implementing a more general principle for partially ordered
sets (which
The relationship between the fractional integral and the fractal structure of a memory set integral and the fractal structure of the memory
set considered, ν depends only on the first contraction
A non-commutative Yosida-Hewitt theorem and convex sets of measurable operators closed locally in measure to the characterisation of bounded convex
sets in Banach spaces of
measurable operators which are closed locally
The relationship between the fractional integral and the fractal structure of a memory set integral and the fractal structure of the memory
set considered, ν depends only on the first contraction
Modernized universal base set of end measuresA technique for improving universal
sets of plane-parallel end
measures widely used in different
A non-commutative Yosida-Hewitt theorem and convex sets of measurable operators closed locally in measure to the characterisation of bounded convex
sets in Banach spaces of
measurable operators which are closed locally
Measures on finite concrete logicsWe examine the possibility to extend
measures and signed
measures on a concrete logic on a finite
Semiconstant measures on hyperbolic logicsWe characterize the
set of all semiconstant
measures on the hyperbolic logics of projections
Measures on finite concrete logicsWe examine the possibility to extend
measures and signed
measures on a concrete logic on a finite
Relatively compact sets in variable-exponent Lebesgue spaces of
sets is given for the case of variable Lebesgue space on metric
measure spaces. Furthermore